WOS: 000235434200016Given a prime ring R, a skew g-derivation for g : R -> R is an additive map f : R -> R such that f (xy) = f (x)g(y) +xf (y) = f (x)y+g(x)f (y) and f (g(x)) = 9(f (x)) for all x, y is an element of R. We generalize some properties of prime rings with derivations to the class of prime rings with skew derivations
Abstract. For a ring R with an automorphism σ, an n-additive mapping ∆ : R × R × · · · × R → R i...
summary:Let $R$ be a prime ring with center $Z$ and $I$ be a nonzero ideal of $R$. In this manuscrip...
summary:Let $R$ be a prime ring with center $Z$ and $I$ be a nonzero ideal of $R$. In this manuscrip...
WOS: 000328081500001Let R be a prime ring. By a generalized derivation we mean an additive mapping g...
WOS: 000328081500001Let R be a prime ring. By a generalized derivation we mean an additive mapping g...
summary:Let $R$ be a prime ring of characteristic different from 2 and 3, $Q_r$ its right Martindale...
summary:Let $R$ be a prime ring of characteristic different from 2 and 3, $Q_r$ its right Martindale...
Abstract. Let R be a prime ring with d a left R–algebraic derivation. All possible left R–algebraic ...
Let R be a prime ring. By a generalized derivation we mean an additive mapping g W R›R such that g(x...
Let A be a prime ring whose symmetric Martindale quo-tient ring contains a nontrivial idempotent. Ge...
Abstract. Let A be a prime ring such that its symmetric Martindale quotient ring contains a nontrivi...
Let R be a prime ring of characteristic different from 2 with extended centroid C, n >= 1 a fixed po...
Let R be a prime ring of characteristic different from 2, Qr its rightMartindale quotient ring and C...
WOS: 000309120700006Let R be a prime ring, f(X-1, ..., X-n) a multilinear polynomial which is not ce...
AbstractWe solve affirmatively a problem, raised by Kharchenko, on identities with compositions of s...
Abstract. For a ring R with an automorphism σ, an n-additive mapping ∆ : R × R × · · · × R → R i...
summary:Let $R$ be a prime ring with center $Z$ and $I$ be a nonzero ideal of $R$. In this manuscrip...
summary:Let $R$ be a prime ring with center $Z$ and $I$ be a nonzero ideal of $R$. In this manuscrip...
WOS: 000328081500001Let R be a prime ring. By a generalized derivation we mean an additive mapping g...
WOS: 000328081500001Let R be a prime ring. By a generalized derivation we mean an additive mapping g...
summary:Let $R$ be a prime ring of characteristic different from 2 and 3, $Q_r$ its right Martindale...
summary:Let $R$ be a prime ring of characteristic different from 2 and 3, $Q_r$ its right Martindale...
Abstract. Let R be a prime ring with d a left R–algebraic derivation. All possible left R–algebraic ...
Let R be a prime ring. By a generalized derivation we mean an additive mapping g W R›R such that g(x...
Let A be a prime ring whose symmetric Martindale quo-tient ring contains a nontrivial idempotent. Ge...
Abstract. Let A be a prime ring such that its symmetric Martindale quotient ring contains a nontrivi...
Let R be a prime ring of characteristic different from 2 with extended centroid C, n >= 1 a fixed po...
Let R be a prime ring of characteristic different from 2, Qr its rightMartindale quotient ring and C...
WOS: 000309120700006Let R be a prime ring, f(X-1, ..., X-n) a multilinear polynomial which is not ce...
AbstractWe solve affirmatively a problem, raised by Kharchenko, on identities with compositions of s...
Abstract. For a ring R with an automorphism σ, an n-additive mapping ∆ : R × R × · · · × R → R i...
summary:Let $R$ be a prime ring with center $Z$ and $I$ be a nonzero ideal of $R$. In this manuscrip...
summary:Let $R$ be a prime ring with center $Z$ and $I$ be a nonzero ideal of $R$. In this manuscrip...
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